Let $ R $ be a Noetherian ring and let $ C $ be a semidualizing $ R $-module. In this paper,
by using the semidualizing modules, we define and study new classes of modules and …

Let $(R,\mathfrak {m}) $ be a Noetherian local ring. In this paper, we introduce a dual notion
for dualizing modules, namely codualizing modules. We study the basic properties of …

Let R be a commutative Noetherian ring. In this article, we provide some new criteria for a
semidualizing module to be dualizing in terms of special homological properties of module …

Let R be a commutative noetherian ring. The n-semidualizing modules of R are
generalizations of its semidualizing modules. We will prove some basic properties of n …

In this paper, we extend the notion of C-injective module to that of C-FP-injective module,
where S CR is a semidualizing bimodule over associative rings. We first obtain a result on …

Let C be a semidualizing module over any commutative ring R. We investigate the
semidualizing module C with finite injective dimension. In particular, we obtain some …

In this paper, we first introduce and study the notions of strongly $\phi $-flat modules and
strongly nonnil-injective modules. And then, we investigate the homology dimensions of …

In this paper, for a fixed semidualizing module C, we introduce the notion of D--projective
modules which are the special setting of G-projective modules introduced by VV hite| D …

Let R and S be rings and RCS a semidualizing bimodule. We show that the supremum of the
C-projective dimensions of C-flat left R-modules is less than or equal to that for left R …

2. Abstract Nanqing Ding (Nanjing Univ.), Gorenstein right derived functors of-\otimes-with
respect to semidualizing modules. Abstract: We study Gorenstein right derived functors of …